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S. Amini, and N. D. Maines (1998)
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X. Antoine and M. Darbas (2005) Philippe Blondel, Peter F. Dobbins, Nic Jayasundere and Mario Cosci Boriskina, S.V. Sewell, P. Benson, T.M.. Nosich, A.I. (2006) D.P.Brennan and M.W. Chernuka. Acoustic Vibration and Strength Analysis Program
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High-frequency bistatic scattering experiments using proud and buried targets
High-frequency bistatic scattering experiments using proud and buried targets
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Development of the B&W Signature 800
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Piotr Boronski
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Djojodihardjo and E. Tendean (2004). Boundary Element Computational Technique for Structural Dynamics of Structure subjected to Acoustic Excitation
55th International Astronautical Congress, Vancouver, Canada IAC-04-I.2.09
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Testing continuous modelling software: three case studies. NPL Report CMSC 42/04.
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NDT Modelling An Overview by E. Ginzel, Materials Research Institute, Waterloo, Ontario, Canada,
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Nail A. Gumerov and Ramani Duraiswami
Underwater Acoustic Modelling for Synthetic Aperture Sonar INRIA Report 2004 From BIE to BEM: A personal perspective B. Jurmahon et al S. M. Kirkup (2007). S. M. Kirkup and A Thompson (2007).Computing the Acoustic Field of a Radiating Cavity by the A Gentle Introduction to the Boundary Element Method in Matlab/Freemat by Stephen Kirkup and Javad Yazdani, Academic Report AR-08-14, 2008.
P Lazic, H Stefancic, H Abraham J. Kocbach, Pe. Lunde and M. Vestrheim (2000). Alexandre LEBLANC (2004)
Steffen Marburg Dissertation by Gabriel Pablo Nava. Partial Differential Equations on Wiki E. Perrey-Debain, J. Trevelyan, and P. Bettess (2003). E. Perrey-Debain, J. Trevelyan, and P. Bettess (2003). Adaptive Boundary Element Method by Prof. Dr. Dirk Praetorius Azma Putra, PhD, Univ of Southampton, "Sound Radiation from Perforated Plates" Frank Schmidt (1998) Noise reduction of rotating machinery by viscoelastic bearing supports by H.G. Tillema J. Vanderkooy and D. J. Henwood (2006). N. Vlahopoulos and S. T. Raveendra (1998) Websy Karl F. Warnick and Weng Cho Chew Z. Wang , Z.G. Zhaob, Z.X. Liub and Q.B. Huangb. A method for multi-frequency calculation of boundary integral equation in acoustics based on series expansion INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING Int. J. Numer. Meth. Engng 2001; 51:31{56)
M. Willatzen, L.C. Lew Yan Voon (2003) M. Willatzen, L. C. Lew Yan Voon (2004) Eigenfrequencies analysis of the Helmholtz problems Yasapos;ko, M. Mathematical Methods in Electromagnetic Theory, 2004. 10th International Conference on Volume , Issue , Sept. 14-17, 2004 Page(s): 335 - 337
BEM with the Real-Valued Fundamental Solutions for the Helmholtz Equation Mykola Yas'ko
Berndt Zeitler (2005) Song-Ping Zhu Yinglong Zhang
A broadband fast multipole accelerated boundary element method for the three dimensional Helmholtz equation
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Fast Multipole Accelerated Boundary Element Methods for the 3D Helmholtz Equation
Alan J. Hunter
Simulations and Algorithms on Grids for Environmental Applications
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On the Boundary Element Dual Reciprocity Method
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DC capacitor simulation by the boundary element method
Communications in Numerical Methods in Engineering
Also avalable as East Lancashire Research Report AR0702
Boundary Element - Rayleigh Integral Method (BERIM) with application to a Horn Loudspeaker, East Lancashire Research Report AR0703
Also presented at the World Congress on Engineering in London 2007 and a slightly shorter verssion is published in the proceedings 1401-1406.
The Robin Hood method: a novel numerical method for electrostatic problems based on a non-local charge transfer
Journal of Computational Physics Volume 213 , Issue 1 Pages: 117 - 140 ,2006
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Finite Element Modeling of Piezoceramic Disks including Radiation into a Fluid Medium
23th Scandinavian Symposium on Physical Acoustics, Ustaoset.
Thesis, Universit� d�Artois, Faculte des Sciences Appliquees de Bethune
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Journal of Sound and Vibration 261, 839�858.
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Polar plots at low frequencies: The acoustic centre
Audio Engineering Society convention paper, 6784, 120th Convention, Paris, France.
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Quantum Dot and Acoustic Enclosure Problems in Lens-Shaped Structures
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Variable separation in acoustic radiation problems using Chebyshev polynomials
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Group preserving scheme for backward heat conduction problems
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